静物写生教案(still life sketch lesson plan)

静物写生教案(still life sketch lesson plan)

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时间:2018-07-30

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1、静物写生教案(Stilllifesketchlessonplan)ThethirdchapterstilllifesketchTheconfigurationandcompositionofthefirststilllifeIntroduction:stilllifesketchisoneoftheimportantcontentsinlearningbasicsketch.Theconfigurationofstilllifereferstothestilllifecollocationandarrangementtoendowthes

2、tilllifewithcertainideologicalconnotationandaesthetictaste.Compositionreferstothestructureofthepicture.Teachingprocess:PrincipleofstilllifeconfigurationTheconfigurationofstilllifeincludestwoaspects:contentandform.Concretelyspeaking,thefollowingprinciplesshouldbefollowed.1

3、,progressiveprincipleTheconfigurationofstilllifeshouldfollowtheprinciplefromeasytodifficult,fromsimpletocomplexandgradual.2,theemotionalprincipleTheso-calledemotionalprinciple,thatistosay,stilllifeconfigurationtoadapttopeople'slivinghabitsandpsychologicalrequirements.3.Ae

4、stheticprincipleTheconfigurationofstilllifeshouldpayattentiontotheaestheticsenseofform,andbegoodatdiscoveringtheaestheticcharacteristicsofstilllifeitself,accordingtotheprincipleofunityofchange.ThebodyThetoneThetextureThelayoutThelightandinterliningTwo,theevolutionanddevel

5、opmentofsketchSketchistheearliesthumanformofpainting,astheoriginalsketch,mostlyverysimplematerials,drawingdirectlyorcarvedonthewall.Theworld'sfirstsketchisabouttwentythousandyearsagotheFrenchLascauxcavestenthousandyearsagoandmuralsoftheSpanishAltaMiramountaincavepaintings

6、.AncientGreekartiscalled"thecradleofEuropeanart",itssketchisveryheavylineofsightexpression,formakindofoutlinepaintingmethod,simplecolor,smoothlines,hasauniquerusticbeauty.AnotherformofGreeksketchis"bottlepainting"paintedonpottery".ThedrawingoftheRenaissanceinItalymarkedth

7、ematurityofthewesternsketch.ThereisknownastheRenaissanceheroesofFinch,MichelangeloandRafael?.InthesecondhalfoftheseventeenthCentury,theEuropeanartcentergraduallyshiftedtofrance.Angellisanoutstandingrepresentativeofthesketchartinthisperiod.InnineteenthCentury,Cezanne,aFren

8、chpainter,putforwardthetheoryofgeometricalformandstructure,whichlaidascientificfoundationformode

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